This solution describes the world-volume of a dual-giant graviton of [1]} that wraps the \(S^5\)  sphere in the \(AdS\)  direction.
In terms of the real coordinates the defining equations are
\(\theta = \frac{\pi }{2} \qquad \chi = 0 \qquad \rho = \rho _0 (const.) \qquad 2 \phi _0 + \xi _1 = \xi ^{(0)}\) 
